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(1/(x^5))^2 = 0
(ln(e))^3*x
1;4;1;60;0;0
5;6;3;5;0;0
2;7;5;7;7;0
| (1/x^5)^2 | | 0=x^2-14x-3 | | y=x^2-14x-3 | | =3(x+2)-2(x-4) | | 2x-7y-6z=0 | | =7ab(-2a+3ab) | | 7x+35-14=42 | | 12-11a= | | 4x+1=6x+7 | | x(7+X)=345 | | 6-9(x+1)=1 | | (5m-9)(m-9)=0 | | 6-4x-4= | | (4x+22)+(2x+8)=180 | | 3y=3x+18 | | 7x-3x-6=26 | | x^2-4x+8=4 | | 2x+5=5x-2.5 | | x-x-2=7x-5 | | 0.08=sqrt(1-x^2) | | 2(x+2.5)=5(x-0.5) | | 0.2(x-5)=4x-3(x-1)+8.8 | | 5x+31=2x+7 | | 5(t-4)+7t=4(3t+3)-10 | | P(t)=(813)3^(t/2) | | 1-5/3x=11/6x | | 9(x+3)-4=32-4x-9+13x | | x+3(x+8)=13x-8(x+62) | | 3(v+4)-5v=16 | | -1+8(x-3)=13x+4-5x | | 5x-12=3+-2x+9 | | 0=1.25x+7-y |